7. 出示1升水,与500毫升的水比较,估计1升水有多少毫升?
(1)学生估计交流。
(2)实验证明。
板书:1升=1000毫升。
8. 练习,“想想做做”第4题。
4升=( )毫升 2000毫升=( )升
9升=( )毫升 5000毫升=( )升
(1)学生独立完成。
(2)指名交流,并说说自己是怎么想的。
全班校对,及时纠正错误。
三、巩固应用,完成“想想做做”。
1.第1题。
(1)学生审题后估计各容器里有多少毫升。
(2)出示数值,全班读一读。
2.第3题。
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" width="524" height="209"/> (1)学生审题,指名说出每种饮料的容量。
(2)学生独立思考。
(3)指名交流,并说说自己是怎么想的。
4.阅读“你知道吗?”
四、课堂小结。
1.谈话:今天我们学习了什么内容?你有什么收获?
2.布置作业:补充习题第9页。
3. 课外作业:到超市看看,哪些物品是用升作单位的,各是多少升?哪些是用毫升作单位的,各是多少毫升?
4. 有时间介绍一下节课量器的做法,并允许学生在家里试做。
以上是《2019年苏教版四年级下册数学教案:<认识毫升>》的内容,更多苏教版四年级下册小学教学教案请关注新东方在线小学网。